{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "4f0ff3a4",
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import matplotlib.patches as patches\n",
    "import pandas as pd\n",
    "import matplotlib.dates as mdates\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "4e1b3d3f",
   "metadata": {},
   "outputs": [],
   "source": [
    "\n",
    "# Load the data\n",
    "df = pd.read_excel(\"data_general/yemen_strikes_newamerica.xlsx\")\n",
    "\n",
    "# Filter to rows with sufficient detail\n",
    "df = df[df['insufficient_detail'] == False].copy()\n",
    "\n",
    "# Create 'covered' flag: 1 if within study period, 0 otherwise\n",
    "df['covered'] = ((df['date'] >= pd.Timestamp(\"2010-01-01\")) & \n",
    "                 (df['date'] < pd.Timestamp(\"2012-10-31\"))).astype(int)\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "b1ae52f6",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Create plot\n",
    "fig, ax = plt.subplots(figsize=(10, 6))\n",
    "\n",
    "# Add shaded rectangle to indicate study period\n",
    "study_start = pd.Timestamp(\"2010-01-01\")\n",
    "study_end = pd.Timestamp(\"2012-10-31\")\n",
    "ax.add_patch(\n",
    "    patches.Rectangle((study_start, 0), study_end - study_start, 100,  # arbitrary height\n",
    "                      facecolor='lightgrey', alpha=0.2, zorder=0)\n",
    ")\n",
    "\n",
    "# Define bin width (~1 quarter)\n",
    "bin_width = pd.Timedelta(seconds=7.884e6)\n",
    "bins = pd.date_range(start=df['date'].min(), end=df['date'].max() + bin_width, freq=bin_width)\n",
    "\n",
    "# Approximate Paul Tol color palette\n",
    "colors = {0: \"#4477AA\", 1: \"#CC6677\"}\n",
    "\n",
    "# Plot histogram by coverage status\n",
    "for val in [0, 1]:\n",
    "    sub = df[df['covered'] == val]\n",
    "    ax.hist(sub['date'], bins=bins, color=colors[val], label=f'covered={val}', \n",
    "            alpha=0.9, zorder=3)\n",
    "\n",
    "# Add study period label\n",
    "ax.text(pd.Timestamp(\"2011-06-01\"), -1, \"Study Period\",\n",
    "        ha='center', va='top', fontsize=10, color=colors[1], zorder=4)\n",
    "\n",
    "# Format axes and title\n",
    "ax.set_title(\"The U.S. Drone Campaign in Yemen (2002 - 2023)\", fontsize=14, weight='bold')\n",
    "ax.set_xlabel(\"Date\")\n",
    "ax.set_ylabel(\"Strikes in a Quarter\")\n",
    "ax.set_xlim(pd.Timestamp(\"2002-06-01\"), pd.Timestamp(\"2023-06-01\"))\n",
    "ax.set_ylim(0, 25)\n",
    "ax.xaxis.set_major_locator(mdates.YearLocator())\n",
    "ax.xaxis.set_major_formatter(mdates.DateFormatter('%Y'))\n",
    "ax.grid(True, linestyle='--', alpha=0.4)\n",
    "ax.legend().set_visible(False)\n",
    "\n",
    "# Save and show plot\n",
    "plt.tight_layout()\n",
    "plt.savefig(\"figures/Figure1_dronestrikes.png\", dpi=600, bbox_inches='tight')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "38d01915",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
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